Shinjuku: a database of glider syntheses

[Ian07]

Shinjuku seems to be having a hard time with XWSSes all of a sudden. These RLEs, for example, was rejected as invalid, even though they should be reversible without a problem as far as I know:

Code: Select all

x = 0, y = 0, rule = B3/S23
32bo$30bobo$31b2o35bobo$26bobo39b2o$27b2o40bo$27bo11$84bo$82b2o$83b2o
8$b2o$4o44b2o$2ob2o42bobo2b2o$2b2o43bobobobo$46b2obo2bo$49bo$49b2o$9bo
41bo5b2o$10bo40bo4bobo$8b3o41b2o3bo$4b2o48bo$5b2o47b6o$4bo54bo$56b3o$
7b2o47bo$6b2o$8bo12$84b3o$84bo$85bo2$82b2o$81b2o$38bobo42bo$39b2o$39bo
8$57b2o$57bobo$57bo2$43bo$43b2o$42bobo6$58bo$57b3o$57bob2o$58b3o$58b2o
!
# Filtering with radius 5
# Engulfing yc4ocyv7420og8zyzyg1zzwac4zzyto8g0s4oyqokgy58smeczyoo8gx1o47011zyncklk4611zyq1yzy08ckzyzyha64zgggz0218ogzx1zzzyt42ey0og8zymgocoy2634w1zym133
# processing src=xs38_caab8oz0652w1168ozy26520f871, dst=xp9_oo1v0c26zx344ox8a6zy311dd113...
# Invalid component
# Filtering with radius 8
# Filtering with radius 13
# Filtering with radius 21

Code: Select all

x = 0, y = 0, rule = B3/S23
111bo$111bobo$111b2o2$110bo$110bo$110bo2$56b2o6bo36b2o3b2o$9bo45b3o6bo
bo34bobobobo$7bobo39b2o4b2obo5b2o37bobo$8b2o39b2o5b3o43bo3bo$57bo44bo
3bo$8bo54b3o37b3o$8b2o53bo$7bobo54bo38b3o$57bo44bo3bo$49b2o5b3o43bo3bo
$49b2o4b2obo44bobo$55b3o43bobobobo$56b2o43b2o3b2o2$110bo$110bo$bo108bo
$b2o$obo108b2o$111bobo$111bo!
# Filtering with radius 5
# Engulfing 1530235zyb8ck
# processing src=xs0_0, dst=xs8_33zcc...
#     ...success.
# Engulfing w33y133zcems8x8smeczy1ggz153w301
# processing src=xs8_33zcc, dst=xp2_7wggy5ggw7zxhaarle0elraahzx11y511...
# Invalid component
# Engulfing y5g742zo8g0g8ow3z069896zg6p1p6gz11x11wszy6e24
# processing src=xp2_7wggy5ggw7zxhaarle0elraahzx11y511, dst=xp2_3p606p3z0o555oz6430346...
#     ...success.
# Filtering with radius 8
# Filtering with radius 13
# Filtering with radius 21

[calcyman]

Yes, the problem is because all *WSSes are simultaneously replaced with gliders (and the resulting glider arrangement is not necessarily rewindable). If the code were modified to replace them individually, rewinding after each operation, then I believe things should work as desired.

[Ian07]

Question: does transfer.py try to synthesize an object if it's only used as an initial step, or does the object have to have its own complete synthesis?

Asking this because Catagolue refuses to accept the first step of this synthesis which GUYTU6J tried to submit multiple times:

Code: Select all

x = 0, y = 0, rule = B3/S23
135bo$136b2o22bo$135b2o23bobo$160b2o6$144bobo$145b2o76bo$145bo76bo$4bo
217b3o$4bobo$o3b2o$b2o217b2o$2o217bo2bo$219bo2bo$220b2o$211bo$212b2o$
211b2o2$141b2o$139b3obo$138bo4bo86bo$139b3obob2o81b3o$141bobo2bo64b2o
14bo$144b2o63b3obo13b2o$208bo4bo$209b3obob2o$211bobo2bo$214b2o5$142b3o
$144bo$143bo2$164bo61bo$163bo60b2o$163b3o59b2o$18b2o$17b2o200bobo$14b
2o3bo199b2o$13bobo204bo$15bo$216bo$216b2o$215bobo$162b2o$161bo2bobo$
161b2obob3o$164bo4bo$164bob3o63b2o$165b2o64bo2bobo$231b2obob3o$234bo4b
o$219b2o13bob3o$220bo14b2o$217b3o$217bo4$235b2o$234b2o$162bo73bo$161b
2o63b2o$161bobo61bo2bo$225bo2bo$226b2o3$223b3o$146b2o77bo$145bobo23b2o
51bo$147bo22b2o$172bo!
# Filtering with radius 5
# Engulfing 24708ok
# processing src=xs0_0, dst=xs7_178c...
#     ...success.
# Filtering with radius 8
# Filtering with radius 13
# Filtering with radius 21

[dvgrn]

Today's LifeWiki auto-upload run turned up only one case where LifeWiki knows about something that Catagolue (and therefore Shinjuku, I think?) doesn't know:

apgcodes where LifeWiki synth is better than Catagolue: [('Pre-pulsar_spaceship', 'prepulsarspaceship', 'xq30_yq232x232zug1hmgc865da808ad568cgmh1guybug1hmgc865da808ad568cgmh1guz124w6yb6w421yb124w6yb6w421', 481, 'better than', 988)]

"481" appears to be two 239-glider spider recipes plus three gliders to make a pre-pulsar. Does anyone know whether this recipe has been created, and the second spider synth actually doesn't get in the way of the first one? The last test pattern I found was from back when a spider cost 340 gliders.

There's one other item that looks like it will need a Shinjuku checkin to make Catagolue match LifeWiki stats:

apgcode where LifeWiki synth exists but no Catagolue synth: [('6-engine_Cordership', '6enginecordership', 'xq96_yk573w8aegvzyzy133zyzy9oozyao0ovogoy14440g8gzyb6ug101y61ycgggy2gw66zg8880gxg8gx4874w11yl231w4578fz34440d9ac8lya2552zyhoozy1ooggy1aghh92yc763zx77glhf2ymgmknozy5ggy9kscx8o0szy511ye11123zydcc', '37', 'not in Catagolue')]

[toroidalet]

The 239-glider synthesis doesn't work (one of the gliders hits the spider), but a naive hybridization (289 gliders?) works, for a total of about 531 gliders:

Code: Select all

x = 231, y = 341, rule = B3/S23
101bo$100bo$100bo$100bo2bo$100b3o48$221bo$219b2o$220b2o18$9bo$10bo$8b
3o$bo178bo$2bo177bobo$3o177b2o$15bo$16b2o$11bo3b2o160bo$12bo164bobo$
10b3o164b2o8$13bobo$14b2o$14bo170bo$143bobo39bobo$143b2o40b2o$12bo131b
o$13b2o$7bo4b2o$8b2o$7b2o$13bo$11bobo$12b2o$160bo$160bobo8bo$160b2o9bo
bo5bo$171b2o5bo$178b3o8$36b2o$33b2o2bo$33b2o2bo$38bo$33bob4o$32b2obo$
36b3o$37bo$37b2o$39bo$38bo$38bo$34b3o2$34b3o$38bo$38bo$39bo$37b2o$37bo
$36b3o$32b2obo$33bob4o$38bo$33b2o2bo$33b2o2bo$36b2o10$92bo$91bobo$92b
2o2$92b2o$92b2o6bo$87b2o7b2obobo$87bo9bobo2bo$88bo3b2o3bo2bobo$89bo3bo
4bob2o$90bo2bob3obo$91bobobo3bo$85b2o5bo3b3o$85bobo$86b2o6b5o$91bobo3b
obo$91b2ob2o3bo$94bob3o$94bobo$93b2o$94bobo$94bob3o$91b2ob2o3bo$91bobo
3bobo$86b2o6b5o$85bobo$85b2o5bo3b3o$91bobobo3bo$91bobob3obo$88bo3bo5bo
b2o$87bobo7bo2bobo$88bo8bobo2bo$91b3o2b2obobo$100bo22$164b2o$163b2o$
165bo28$14b2o$15b2o$4b2o8bo$3bobo$5bo$216b2o$216bobo$12b2o202bo$13b2o
214bo$12bo131bo35b2o46b2o$143b2o34b2o47bobo$143bobo35bo$14bo$14b2o168b
2o$13bobo167b2o$185bo7$177b2o$177bobo$154b3o20bo$15b3o136bo$17bo137bo$
16bo163b2o$180bobo$2o178bo$b2o$o$14b2o$15b2o$14bo66$100b3o$100bo2bo$
100bo$100bo$101bo!

Glide-symmetric in one more (~532):

Code: Select all

x = 231, y = 341, rule = B3/S23
101bo$100bo$100bo$100bo2bo$100b3o47$228bobo$228b2o$229bo12$203bo$203bo
bo$203b2o5$9bo$10bo$8b3o$bo178bo$2bo177bobo$3o177b2o$15bo$16b2o$11bo3b
2o160bo$12bo164bobo$10b3o164b2o8$13bobo$14b2o$14bo170bo$143bobo39bobo$
143b2o40b2o$12bo131bo$13b2o$7bo4b2o$8b2o$7b2o$13bo$11bobo$12b2o$160bo$
160bobo8bo$160b2o9bobo5bo$171b2o5bo$178b3o8$36b2o$33b2o2bo$33b2o2bo$
38bo$33bob4o$32b2obo$36b3o$37bo$37b2o$39bo$38bo$38bo$34b3o2$34b3o$38bo
$38bo$39bo$37b2o$37bo$36b3o$32b2obo$33bob4o$38bo$33b2o2bo$33b2o2bo$36b
2o10$92bo$91bobo$92b2o2$92b2o$92b2o6bo$87b2o7b2obobo$87bo9bobo2bo$88bo
3b2o3bo2bobo$89bo3bo4bob2o$90bo2bob3obo$91bobobo3bo$85b2o5bo3b3o$85bob
o$86b2o6b5o$91bobo3bobo$91b2ob2o3bo$94bob3o$94bobo$93b2o$94bobo$94bob
3o$91b2ob2o3bo$91bobo3bobo$86b2o6b5o$85bobo$85b2o5bo3b3o$91bobobo3bo$
91bobob3obo$88bo3bo5bob2o$87bobo7bo2bobo$88bo8bobo2bo$91b3o2b2obobo$
100bo22$164b2o$163b2o$165bo28$14b2o$15b2o$4b2o8bo$3bobo$5bo197b2o$202b
2o$204bo$12b2o$13b2o204b3o$12bo131bo35b2o37bo$143b2o34b2o39bo$143bobo
35bo$14bo$14b2o168b2o$13bobo167b2o$185bo7$177b2o$177bobo$154b3o20bo$
15b3o136bo$17bo137bo$16bo163b2o$180bobo$2o178bo$b2o$o$14b2o$15b2o$14bo
66$100b3o$100bo2bo$100bo$100bo$101bo!

Asymmetric in 2 more (~533):

Code: Select all

x = 236, y = 341, rule = B3/S23
101bo$100bo$100bo$100bo2bo$100b3o38$229bobo$229b2o$230bo4$227bobo$227b
2o$228bo15$7bobo$8b2o$8bo5$9bo$10bo$8b3o$bo178bo$2bo177bobo$3o177b2o$
15bo$16b2o$11bo3b2o160bo$12bo164bobo$10b3o164b2o8$13bobo$14b2o$14bo
170bo$143bobo39bobo$143b2o40b2o$12bo131bo$13b2o$7bo4b2o$8b2o$7b2o$13bo
$11bobo$12b2o$160bo$160bobo8bo$160b2o9bobo5bo$171b2o5bo$178b3o8$38b2o$
35b2o2bo$35b2o2bo$40bo$35bob4o$34b2obo$38b3o$39bo$39b2o$41bo$40bo$40bo
$36b3o2$36b3o$40bo$40bo$41bo$39b2o$39bo$38b3o$34b2obo$35bob4o$40bo$35b
2o2bo$35b2o2bo$38b2o10$92bo$91bobo$92b2o2$92b2o$92b2o6bo$87b2o7b2obobo
$87bo9bobo2bo$88bo3b2o3bo2bobo$89bo3bo4bob2o$90bo2bob3obo$91bobobo3bo$
85b2o5bo3b3o$85bobo$86b2o6b5o$91bobo3bobo$91b2ob2o3bo$94bob3o$94bobo$
93b2o$94bobo$94bob3o$91b2ob2o3bo$91bobo3bobo$86b2o6b5o$85bobo$85b2o5bo
3b3o$91bobobo3bo$91bobob3obo$88bo3bo5bob2o$87bobo7bo2bobo$88bo8bobo2bo
$91b3o2b2obobo$100bo22$164b2o$163b2o$165bo28$14b2o$15b2o$4b2o8bo$3bobo
$5bo3$12b2o$13b2o$12bo131bo35b2o$143b2o34b2o$143bobo35bo$14bo219bo$14b
2o168b2o47b2o$13bobo167b2o48bobo$185bo3$232bo$231b2o$231bobo2$177b2o$
177bobo$154b3o20bo$15b3o136bo$17bo137bo$16bo163b2o$180bobo$2o178bo$b2o
$o$14b2o$15b2o$14bo66$100b3o$100bo2bo$100bo$100bo$101bo!

However, we can synthesize them all in 32 gliders. Explicit syntheses are left to the reader.

[dvgrn]

The 239-glider synthesis doesn't work (one of the gliders hits the spider)...

Thanks for checking! Do you have a pattern handy for the failing 239-glider synth for the second spider? I take it that adding a few kickbacks and/or mirroring the recipe isn't likely to help?

[toroidalet]

Here:

Code: Select all

x = 98, y = 141, rule = B3/S23
61b2o$61b3o$60bob2o$60b3o$61bo9$35bo$33bo2bo2$32bo3b2o$33b5o$34bo$33b
6o$25bo7bo3bo$23bobo7bo3bo$24b2o11bo$11bo23bob2o$9bobo23bo2bo$10b2o22b
5o51bobo$34b2obo52b2o$25bo9b2o54bo$26b2o38bo$25b2o8b2o27b2o$34b2obo27b
2o20bobo$34b5o48b2o$35bo2bo49bo$35bob2o$37bo$33bo3bo$33bo3bo$33b6o$34b
o$24bo8b5o$25bo6bo3b2o$23b3o$33bo2bo17bo40bobo$35bo17bo41b2o$53b3o40bo
$23bo$21bobo$18bo3b2o$16bobo$17b2o$21bobo$22b2o$22bo$70bobo$70b2o9bobo
$71bo9b2o7bo$52bo7bo13b2o6bo5b2o$52bo3b2obobo12bobo12b2o$48bo3bo4bobo
2bo11bo$47bobo7bo2bobo$48bo3bo5bob2o$51bobob3obo$51bobobo3bo$45b2o5bo
3b3o$45bobo$46b2o6b5o$51bobo3bobo$51b2ob2o3bo$54bob3o$54bobo$53b2o$54b
obo$54bob3o$51b2ob2o3bo$51bobo3bobo$46b2o6b5o$45bobo$45b2o5bo3b3o$51bo
bobo3bo$51bobob3obo$48bo3bo5bob2o$47bobo7bo2bobo$48bo3bo4bobo2bo$52bo
3b2obobo$52bo7bo2$24b2o$23bobo$14bo10bo$14b2o$13bobo3$22b2o$21bobo$23b
o66b2o$53b3o34bobo$53bo36bo$54bo$23b3o68b2o$25bo68bobo$24bo69bo7$88bo$
87b2o$65b2o20bobo$25b2o37b2o$26b2o38bo$25bo65bo$90b2o$10b2o78bobo$9bob
o$11bo$24b2o$23bobo$25bo$b2o$obo$2bo13$61bo$60b3o$60bob2o$61b3o$61b2o!

It doesn't look like there's enough time for kickbacks, but maybe we could replace the troublesome gliders with another collision.

[Ian07]

Finally got around to fixing up those two syntheses I posted here back in March; however it seems that one of them still refuses to work even though it only has one xWSS and is perfectly rewindable AFAIK:

Code: Select all

x = 0, y = 0, rule = B3/S23
32bo$33bo$31b3o37bo$27bo41b2o$28b2o40b2o$27b2o12$84bobo$84b2o$85bo9$2b
2o45b2o$2ob2o43bobo2b2o$4o44bobobobo$b2o44b2obo2bo$50bo$50b2o$10bo41bo
5b2o$8bobo41bo4bobo$9b2o42b2o3bo$5bo49bo$5b2o48b6o$4bobo53bo$57b3o$9bo
47bo$8b2o$8bobo12$86b2o$86bobo$86bo2$84bo$39bo43b2o$40b2o41bobo$39b2o
10$58b3o$58bo$59bo2$43b2o$44b2o$43bo3$57bo$57b2o5bo$56bobo4bo$63b3o2$
59b3o$59bo$60bo!
# Filtering with radius 5
# Engulfing yjggg0456zyk21y0361zypgy9265zyo223zzx4ocyzw46az48ezzzyog88cyzy31630g0gzyo1pl91344oyzws48013zyuok81v0s4yzxgocsozyy11yzy211zxgzw213zzydggyz0go8zyd211yv6a2x1
# processing src=xs38_caab8oz0652w1168ozy26520f871, dst=xp9_oo1v0c26zx344ox8a6zy311dd113...
# Invalid component
# Filtering with radius 8
# Filtering with radius 13
# Filtering with radius 21

Code: Select all

x = 236, y = 187, rule = B3/S23
28bo$29bo$27b3o3$128bobo$128b2o$129bo3$143bo$141b2o$142b2o2$29bo$30bo$
28b3o11$3bobo$4b2o$4bo2$2bo$obo$b2o12$78bobo$79b2o$79bo2$180bobo$180b
2o$181bo45$80bo$78b3o$77bo$77b6o$82bo$79bo3b2o$23b3o52bobo4bo$25bo52b
2o5bo$24bo61b2o$87bo$84bo2bob2o142b2o$83bobobobo142b4o$83b2o2bobo141b
2ob2o$87b2o143b2o15$146b2o$145b2o$147bo24$176b2o$176bobo$176bo15$3bo$
3b2o$2bobo12$158b2o$17b2o138b2o$18b2o139bo$17bo135b3o$153bo$154bo!

Anyone know what the issue is here?

[Ian07]

The "prefer more steps" feature doesn't seem to actually work - I submitted some multi-step synths as a test which were equivalent to the single-steps that were already there, and nothing changed:

Code: Select all

x = 0, y = 0, rule = B3/S23
13bo$12bo$12b3o5$obo$b2o$bo$9bo$9bobo$4bobo2b2o$5b2o$5bo$17b2o$17b2o2$
17b2o$17b2o$5bo$5b2o$4bobo2b2o$9bobo$9bo$bo$b2o$obo5$12b3o$12bo$13bo!
# Filtering with radius 5
# Engulfing y8654z4oczy04ocw742zydrrzy0436ws48z436zy8ck4
# processing src=xs8_rr, dst=xs38_gs29e0e92sgz0349f0f943...
#     ...success.
# Filtering with radius 8
# Filtering with radius 13
# Filtering with radius 21
x = 0, y = 0, rule = B3/S23
42bo$42bobo$42b2o2$bo17bo$2bo14b2o$3o15b2o4$10bo$11b2o$10b2o2$20bo$20b
obo$20b2o3$19b2o$19b2o2$19b2o$19b2o3$20b2o$20bobo$20bo2$10b2o$11b2o$
10bo4$3o15b2o$2bo14b2o$bo17bo2$42b2o$42bobo$42bo!
# Filtering with radius 5
# Engulfing 0gydgyi742z223ya132zy6562y3gzyfgj21zyfddzyge24zy6532z2a6ya46azyzx712
# processing src=xs8_rr, dst=xs52_cimgehlmzxhaaaarz69d1ehld...
#     ...success.
# Filtering with radius 8
# Filtering with radius 13
# Filtering with radius 21
x = 0, y = 0, rule = B3/S23
4bobo$4b2o$5bo2$14bobo$14b2o$15bo2$2bo$bo$b3o3bo$6bo$6b3o$2o$2o2$2o$2o
$6b3o$6bo$b3o3bo$bo$2bo2$15bo$14b2o$14bobo!
# Filtering with radius 5
# Engulfing wgy7361zgj22wca8zddy0gggz06a2w12zy1gy4634zy0312
# processing src=xs8_rr, dst=xs26_3pmge2zg6q2sgz11...
#     ...success.
# Filtering with radius 8
# Filtering with radius 13
# Filtering with radius 21

(in hindsight, some of these could've been separated into even more steps, but again this is just a test)

https://catagolue.hatsya.com/object/xs3 ... f943/b3s23
https://catagolue.hatsya.com/object/xs5 ... ehld/b3s23
https://catagolue.hatsya.com/object/xs2 ... gz11/b3s23

[dvgrn]

The "prefer more steps" feature doesn't seem to actually work ...

Yup, this was reported to have been changed quite a while ago -- in fact, I've finally found the reference, and you reported it back in mid-September -- but nobody has ever reported being able to get Catagolue to accept a same-cost more-steps recipe over a preexisting fewer-steps recipe.

Line 66 of diffupdate.py still says prefer_long = True, but maybe that's not a sufficient adjustment. There are certainly a lot of other dijkstra() calls elsewhere in the code that would end up using the default prefer_long = False. (I haven't tried to sort through the code nearly enough to have an educated opinion on this.)

[calcyman]

The problem is with the Catagolue update process, rather than Shinjuku, and it's difficult to resolve without making deep changes to the way Catagolue stores glider syntheses.

Specifically, there's a census called b3s23/synthesis-costs which records the cost (in gliders) of every object Catagolue knows how to synthesise. The update process downloads this census, compares the glider counts against the ones in Shinjuku, and updates any syntheses in Catagolue which have strictly cheaper alternatives in Shinjuku.

Catagolue doesn't record the number of steps in the optimal glider syntheses it stores (it doesn't even know that intrinsically; it just stores a synthesis RLE), so the update process can only compare glider cost and not number of steps.

I think it might be possible to resolve this by including an auxiliary b3s23/synthesis-steps census to record the number of steps in each Catagolue synthesis; that way, the update process will have sufficient information to know when Shinjuku has an equal-cost synthesis with extra steps that should therefore be preferred by Catagolue.

[dvgrn]

I think it might be possible to resolve this by including an auxiliary b3s23/synthesis-steps census to record the number of steps in each Catagolue synthesis; that way, the update process will have sufficient information to know when Shinjuku has an equal-cost synthesis with extra steps that should therefore be preferred by Catagolue.

Might there be a way to sort this out, that also makes it possible to find out somehow which syntheses make use of a given intermediate constellations? Some of the intermediates in the database can seem very mysterious otherwise.

[muzik]

Is it just me or can infinite growth pattern syntheses just not be submitted? I've tried this about three times now, and while the RLE was considered completely valid nothing showed up after the given times, even though other submissions did.

[calcyman]

Is it just me or can infinite growth pattern syntheses just not be submitted? I've tried this about three times now, and while the RLE was considered completely valid nothing showed up after the given times, even though other submissions did.

Correct, they can't. If you want to include linear growth syntheses in Catagolue, you need to modify this file and submit a merge request:

https://gitlab.com/apgoucher/catagolue/ ... e.py#L6-21

[muzik]

Any notability concerns aside, I'm amused by Catagolue's classification of this oscillator as "pseudo":
https://catagolue.hatsya.com/object/xp3 ... 62sg/b3s23

[carsoncheng]

I am planning to make a pull request to Shinjuku, but I am not sure how invalid syntheses are filtered out once a user submits these syntheses onto the repository. Does this program run automatically when a pull request is being submitted?

[Chris857]

I posted an oscillator synthesis and submitted it to catagolue, but now noticed that there are exactly 20 empty rows between the two still lifes, and not every step is one where I can easily move gliders into the gap. Is there a way to get it submitted?

[Ian07]

I posted an oscillator synthesis and submitted it to catagolue, but now noticed that there are exactly 20 empty rows between the two still lifes, and not every step is one where I can easily move gliders into the gap. Is there a way to get it submitted?

Unfortunately, sometimes the only way is to wait for the database to be updated manually: https://gitlab.com/parclytaxel/Shinjuku/-/issues/19

[muzik]

Is there a maximum period for oscillators which can have syntheses posted to Catagolue and handled automatically? I tried submitting this xp3090 synthesis last night, which looks fine to me, but there's no trace of either of the last two steps in the database:

Code: Select all

x = 1449, y = 136, rule = B3/S23
211bo$210bo$120bo89b3o$121b2o$120b2o$204bobo$204b2o$205bo5$1092bobo$
1085bobo4b2o$1085b2o6bo$1086bo21$360bo677bobo$361bo677b2o4bobo$359b3o
677bo6b2o$1046bo$306bo76bobo$28bo277bobo74b2o$26b2o274bo3b2o76bo$27b2o
274bo$301b3o$377bo$376bo$376b3o$618bo$o309bobo48bo10bobo46bo11bo36bo
61bo44bo38bobo55bo91bo90bo97bo121bo133bo$b2o72bo81bo99bo33bo3b3o5bo7b
2o5bo41bobo10b2o45bobo9bo36bobo59bobo42bobo38b2o54bobo89bobo88bobo95bo
bo119bobo131bobo$2o72bobo79bobo97bo32bobo5bo4bobo6bo6bobo38bobo11bo45b
obo2bo7b3o33bobo2bo56bobo2bo39bobo2bo91bobo2bo86bobo2bo85bobo2bo92bobo
2bo116bobo2bo127bo2bobo$72b3o2bo76b3o2bo96b3o31b2o4bo3b3o2bo12b2o37b3o
2b3o52b3o2b2obo40b3o2b2obo53b3o2b2obo36b3o2b2obo88b3o2b2obo83b3o2b2obo
82b3o2b2obo89b3o2b2obo113b3o2b2obo125bob2o2b3o$71bo3b2o76bo3b2o140bo3b
2obo49bo3b2o3bo50bo3b2o3bo39bo3b2o3bo2b2o48bo3b2o3bo2b2o31bo3b2o3bo2b
2o83bo3b2o3bo2b2o78bo3b2o3bo2b2o77bo3b2o3bo2b2o84bo3b2o3bo2b2o108bo3b
2o3bo2b2o117b2o2bo3b2o3bo$72b3o79b3o143b3o2bo51b3o2b3o52b3o2b3o4b3o34b
3o2b3o3b2o49b3o2b3o3b2o32b3o2b3o3b2o84b3o2b3o3b2o79b3o2b3o3b2o78b3o2b
3o3b2o85b3o2b3o3b2o109b3o2b3o3b2o117b2o3b3o2b3o$74bo81bo90b2o4b3o46bob
o54bobo57bobo7bo38bobo59bobo42bobo94bobo89bobo88bobo53bo41bobo119bobo
133bobo41bo$248b2o3bo49bo6bobo10b2o35bobo57bobo7bo38bobo59bobo42bobo
94bobo45b3o41bobo44b3o41bobo52bo42bobo75b3o41bobo131bobo42bo$247bo6bo
55b2o11bobo35bo59bo48bo61bo44bo96bo91bo90bo53bo43bo121bo133bo43bo$311b
o11bo300bo$9b3o62b2o546bobo768bo$9bo64b2o547b2o91b2o89b2o96b2o120b2o
226b2o3b2o130bobo$5b2o3bo616b3o86b2o89b2o96b2o120b2o188b2o35bob2o2b2o
128bo2bobo$4bobo70b3o549bo586bo2bo34bobo132bob2o2b3o$6bo70bo457b2o43b
2o46bo48b2o90b2o89b2o96b2o120b2o125b2o8b2o31bo4bo129b2o2bo3b2o3bo$78bo
214bo241bobo42bobo94bobo89bobo88bobo95bobo119bobo123bobo40bobo133b2o3b
3o2b3o$293b2o242bo44bo96bo91bo90bo97bo121bo123bo13b3o170bobo41bo$292bo
bo2b3o237b2o43b2o95b2o90b2o89b2o96b2o120b2o121b2o42b3o140bobo42bo$299b
o918bo174bo43bo$298bo12b2o905bo$311bobo904bo$311bo1125b2o3b2o$478bo54b
o185bo679b2o35bob2o2b2o$477b2o55bo183bo679bo2bo34bobo$477bobo52b3o183b
3o668b2o8b2o31bo4bo$39b2o496bobo173bobo380bo291bobo40bobo$38b2o433b3o
61b2o41b2o95b2o35b2o53b2o36b2o51b2o43b2o51b2o67b2o51b2o12b2o24bo86b2o
42b3o6b2o126bo13b3o$40bo434bo62bo41bobo94bobo34bo54bobo34bobo51bobo41b
obo51bobo65bobo51bobo12b2o21b2o86bobo45bo5bobo124b2o42b3o$474bo107bo
96bo91bo34bo55bo41bo55bo65bo55bo36b2o85bo44bo2bo7bo137bo$582b2o86b2o7b
2o81b2o7b2o32b2o46b2o7b2o39b2o7b2o37b2o7b2o63b2o7b2o37b2o7b2o121b2o7b
2o36b2o8b2o136bo$572b2o96b2o90b2o89b2o57b2o37b2o81b2o37b2o139b2o184bo$
571bobo241b3o$489b2o82bo241bo$488b2o86b2o238bo$490bo85bobo231b3o$576bo
235bo$811bo577b2o42b3o6b2o$1388bobo45bo5bobo$1041b3o178bo165bo44bo2bo
7bo$494b2o547bo178b2o163b2o7b2o36b2o8b2o$494bobo545bo178bobo172b2o$
494bo4$1024b2o57b2o119b2o57b2o$1025bo57bo121bo57bo$1025bobo53bobo121bo
bo53bobo$1026b2o53b2o123b2o53b2o141bo$1036bo367b2o$1012bo24b2o364bobo$
1013b2o17b2o2b2o$819bo77b2o113b2o17bobo$111bo706b2o76bobo134bo$111b2o
89b3o613bobo77bo13bo$110bobo89bo708b2o299b3o171b2o57b2o$203bo707bobo
297b2o2b5o167bo57bo$816b3o25bo362b3obo5bo169bobo53bobo$818bo25b2o196b
2o21b2o146bob2o5b2o21b2o141b2o53b2o$113b3o701bo25bobo73b2o121b2o21b2o
143b2ob2o3bo4bo21b2o$115bo802bobo290bo6bo$114bo805bo283b2o2b2obo7bo2bo
40b2o$855b3o65b2o164b3o111bobo3bo2bo50bobo$855bo67bobo163bo113bo6b2o
53bo$856bo66bo166bo111b2o61b2o$905b2o51b2o19b2o46b2o51b2o125b2o51b2o
132b3o$906bo51bo20bobo46bo51bo127bo51bo132b2o2b5o$903b3o33bo19b3o17bo
45b3o53b3o121b3o53b3o125b3obo5bo$903bo35b2o20bo63bo57bo121bo57bo131bob
2o5b2o21b2o$938bobo451b2ob2o3bo4bo21b2o$1214b3o176bo6bo$1216bo169b2o2b
2obo7bo2bo40b2o$957b2o256bo3b2o164bobo3bo2bo50bobo$957bobo259bobo163bo
6b2o53bo$957bo261bo164b2o61b2o$927b2o170b2o288b2o10bo40b2o$818bo107bob
o170bobo288bo10bo40bo$817b2o109bo170bo287b3o11bo41b3o$817bobo567bo57bo
$1413b2o$1412b2o$845bo549b2o5b3o9bo$845b2o547bobo7bo$844bobo549bo6bo$
1411b3o$1411bo$1412bo!

[Ian07]

Is there a maximum period for oscillators which can have syntheses posted to Catagolue and handled automatically? I tried submitting this xp3090 synthesis last night, which looks fine to me, but there's no trace of either of the last two steps in the database:

The maximum period, as far as I know, is 1,048,576, since that's the maximum that apgsearch is able to detect as periodic. It's definitely more than 3090, since I was able to get this xp7320 in without a problem. I'm pretty sure the actual issue is this glider:

Code: Select all

x = 65, y = 75, rule = LifeHistory
9.A$8.A.A$6.A2.A.A$5.A.2A2.3A$.2A2.A3.2A3.A$.2A3.3A2.3A$9.A.A41.A$8.A
.A42.A$9.A43.A3$53.2A3.2A$15.2A35.A.2A2.2A$14.A2.A34.A.A$5.2A8.2A31.A
4.A$4.A.A40.A.A$4.A13.3A$3.2A42.3A$16.A$16.A$16.A6$5.2A42.3A6.2A$4.A.
A45.A5.A.A$4.A44.A2.A7.A$3.2A7.2A36.2A8.2A$12.2A8$20.C$20.2C$19.C.C5$
2.2A57.2A$3.A57.A$3.A.A53.A.A$4.2A53.2A7$10.3A$9.2A2.5A$5.3A.A5.A$11.
A.2A5.2A21.2A$8.2A.2A3.A4.A21.2A$9.A6.A$2.2A2.2A.A7.A2.A40.2A$.A.A3.A
2.A50.A.A$.A6.2A53.A$2A61.2A$5.2A51.2A$6.A51.A$3.3A53.3A$3.A57.A2$12.
3A$14.A$13.A3.2A$17.A.A$17.A!

so you'd have to rephase the oscillator in the last two steps.

[muzik]

I'm pretty sure the actual issue is this glider:

so you'd have to rephase the oscillator in the last two steps.

I've submitted the following rephrased synthesis, which I'm expecting to see pop up in the list in a bit over an hour:

Code: Select all

x = 1449, y = 136, rule = B3/S23
211bo$210bo$120bo89b3o$121b2o$120b2o$204bobo$204b2o$205bo5$1092bobo$
1085bobo4b2o$1085b2o6bo$1086bo21$360bo677bobo$361bo677b2o4bobo$359b3o
677bo6b2o$1046bo$306bo76bobo$28bo277bobo74b2o$26b2o274bo3b2o76bo$27b2o
274bo$301b3o$377bo$376bo$376b3o$618bo$o309bobo48bo10bobo46bo11bo36bo
61bo44bo38bobo55bo91bo90bo97bo121bo133bo$b2o72bo81bo99bo33bo3b3o5bo7b
2o5bo41bobo10b2o45bobo9bo36bobo59bobo42bobo38b2o54bobo89bobo88bobo95bo
bo119bobo131bobo$2o72bobo79bobo97bo32bobo5bo4bobo6bo6bobo38bobo11bo45b
obo2bo7b3o33bobo2bo56bobo2bo39bobo2bo91bobo2bo86bobo2bo85bobo2bo92bobo
2bo116bobo2bo127bo2bobo$72b3o2bo76b3o2bo96b3o31b2o4bo3b3o2bo12b2o37b3o
2b3o52b3o2b2obo40b3o2b2obo53b3o2b2obo36b3o2b2obo88b3o2b2obo83b3o2b2obo
82b3o2b2obo89b3o2b2obo113b3o2b2obo125bob2o2b3o$71bo3b2o76bo3b2o140bo3b
2obo49bo3b2o3bo50bo3b2o3bo39bo3b2o3bo2b2o48bo3b2o3bo2b2o31bo3b2o3bo2b
2o83bo3b2o3bo2b2o78bo3b2o3bo2b2o77bo3b2o3bo2b2o84bo3b2o3bo2b2o108bo3b
2o3bo2b2o117b2o2bo3b2o3bo$72b3o79b3o143b3o2bo51b3o2b3o52b3o2b3o4b3o34b
3o2b3o3b2o49b3o2b3o3b2o32b3o2b3o3b2o84b3o2b3o3b2o79b3o2b3o3b2o78b3o2b
3o3b2o85b3o2b3o3b2o109b3o2b3o3b2o117b2o3b3o2b3o$74bo81bo90b2o4b3o46bob
o54bobo57bobo7bo38bobo59bobo42bobo94bobo89bobo88bobo53bo41bobo119bobo
133bobo41bo$248b2o3bo49bo6bobo10b2o35bobo57bobo7bo38bobo59bobo42bobo
94bobo45b3o41bobo44b3o41bobo52bo42bobo75b3o41bobo131bobo42bo$247bo6bo
55b2o11bobo35bo59bo48bo61bo44bo96bo91bo90bo53bo43bo121bo133bo43bo$311b
o11bo300bo$9b3o62b2o546bobo768bo$9bo64b2o547b2o91b2o89b2o96b2o120b2o
231b2o130bobo$5b2o3bo616b3o86b2o89b2o96b2o120b2o221b2o8b2o128bo2bobo$
4bobo70b3o549bo585b3o31bo2bo136bob2o2b3o$6bo70bo457b2o43b2o46bo48b2o
90b2o89b2o96b2o120b2o125b2o9bo31b2o133b2o2bo3b2o3bo$78bo214bo241bobo
42bobo94bobo89bobo88bobo95bobo119bobo123bobo6bo2bo28bo137b2o3b3o2b3o$
293b2o242bo44bo96bo91bo90bo97bo121bo123bo9b2o29bo145bobo41bo$292bobo2b
3o237b2o43b2o95b2o90b2o89b2o96b2o120b2o121b2o40bo144bobo42bo$299bo
1093bo43bo$298bo12b2o936b3o$311bobo$311bo1130b2o$478bo54bo185bo678b2o
32b2o8b2o$477b2o55bo183bo678b3o31bo2bo$477bobo52b3o183b3o668b2o6bo2bo
31b2o$39b2o496bobo173bobo380bo291bobo6b2obo28bo$38b2o433b3o61b2o41b2o
95b2o35b2o53b2o36b2o51b2o43b2o51b2o67b2o51b2o12b2o24bo86b2o51b2o126bo
9b2o29bo$40bo434bo62bo41bobo94bobo34bo54bobo34bobo51bobo41bobo51bobo
65bobo51bobo12b2o21b2o86bobo51bobo124b2o40bo$474bo107bo96bo91bo34bo55b
o41bo55bo65bo55bo36b2o85bo55bo$582b2o86b2o7b2o81b2o7b2o32b2o46b2o7b2o
39b2o7b2o37b2o7b2o63b2o7b2o37b2o7b2o121b2o7b2o37b2o7b2o167b3o$572b2o
96b2o90b2o89b2o57b2o37b2o81b2o37b2o139b2o37b2o$571bobo241b3o$489b2o82b
o241bo$488b2o86b2o238bo$490bo85bobo231b3o$576bo235bo$811bo577b2o51b2o$
1388bobo51bobo$1041b3o344bo55bo$494b2o547bo343b2o7b2o37b2o7b2o$494bobo
545bo353b2o37b2o$494bo3$1252bo2bo$1024b2o57b2o119b2o44b4o9b2o$1025bo
57bo121bo50bo6bo$1025bobo53bobo121bobo42b2o2b2o5bobo$1026b2o53b2o123b
2o53b2o$1036bo217b2o$1012bo24b2o216b2o$1013b2o17b2o2b2o213bo2b2o$819bo
77b2o113b2o17bobo$111bo706b2o76bobo134bo$111b2o89b3o613bobo77bo13bo
520bobo$110bobo89bo708b2o473b2o45bo11b2o$203bo707bobo473bo47bobo7bo$
816b3o25bo542bobo47bo5bobo$818bo25b2o196b2o21b2o155b2o21b2o141b2o46bob
o4b2o$113b3o701bo25bobo73b2o121b2o21b2o155b2o21b2o190b2o$115bo802bobo
518bo$114bo805bo283b2o57b2o172b2o$855b3o65b2o164b3o111bobo57bobo171bo$
855bo67bobo163bo113bo61bo$856bo66bo166bo111b2o61b2o$905b2o51b2o19b2o
46b2o51b2o125b2o51b2o$906bo51bo20bobo46bo51bo127bo51bo$903b3o33bo19b3o
17bo45b3o53b3o121b3o53b3o$903bo35b2o20bo63bo57bo121bo57bo140b2o21b2o$
938bobo463b2o21b2o$1214b3o$1216bo169b2o57b2o$957b2o256bo3b2o164bobo57b
obo$957bobo259bobo163bo61bo$957bo261bo164b2o61b2o$927b2o170b2o288b2o
10bo40b2o$818bo107bobo170bobo288bo10bo40bo$817b2o109bo170bo287b3o11bo
41b3o$817bobo567bo57bo$1413b2o$1412b2o$845bo549b2o5b3o9bo$845b2o547bob
o7bo$844bobo549bo6bo$1411b3o$1411bo$1412bo!

Does the "identify object" box use something different from the synthesis submission box? Attempting to get the object page for this p3090 has the site moaning about it not fitting in its computational budget, so I'm not sure if the ceiling has been lowered since the xp7320 synthesis was submitted.

[Ian07]

Does the "identify object" box use something different from the synthesis submission box? Attempting to get the object page for this p3090 has the site moaning about it not fitting in its computational budget, so I'm not sure if the ceiling has been lowered since the xp7320 synthesis was submitted.

It does, apparently, since there are now not one but two xp3090s with synths: https://catagolue.hatsya.com/census/b3s ... sts/xp3090

[muzik]

Does the "identify object" box use something different from the synthesis submission box? Attempting to get the object page for this p3090 has the site moaning about it not fitting in its computational budget, so I'm not sure if the ceiling has been lowered since the xp7320 synthesis was submitted.

It does, apparently, since there are now not one but two xp3090s with synths: https://catagolue.hatsya.com/census/b3s ... sts/xp3090

The second is a pseudo-oscillator, and I'm not sure how it got there.

[May13]

Is there a clear instruction on how to search for syntheses using transfer.py and upload these syntheses?
After running paratran.py for xs22_69a4oxoka6zy01213, I got this output:

Code: Select all

xs25_wg8ge13zamhhzx69a4>9 -1/1 2//@5F7 0>xs22_69a4oxoka6zy01213
xs21_4akoxo4a96zy03121>21 0//20 0/15 -4@0f-3 0>xs22_69a4oxoka6zy01213
xs23_25akozwg88b5z2543>16 -1/0 1/14 0/@2b-3 0>xs22_69a4oxoka6zy01213
xs23_178kozwg88b5z2543>9 -1/-2 3//@4b0 -1>xs22_69a4oxoka6zy01213
xs21_4akoxo4a96zy03121>16 -2/1 4//6 -1@0r-4 -1>xs22_69a4oxoka6zy01213
xs23_25akozwg88b5z2543>6 -1/0 2//@0L-3 1>xs22_69a4oxoka6zy01213
xs23_32akozwg88b5z2543>8 -2//8 -2/@4L-2 0>xs22_69a4oxoka6zy01213
xs21_4akoxo4a96zy03121>15 -4/-10 7 10 -3//@0b0 -7>xs22_69a4oxoka6zy01213
xs21_25a4oxoka6zy01213>9 -2/5 1//@0f-2 6>xs22_69a4oxoka6zy01213
xs20_35a88gzg8kc32z11>9 -2/4 1//@0b2 -4>xs22_69a4oxoka6zy01213
xs25_wg8k871zamhhzx69a4>9 -2/4 1//@0F5 -3>xs22_69a4oxoka6zy01213
xs20_35a88gzg8kc32z11>9 -2/5 1//@0L-4 3>xs22_69a4oxoka6zy01213
xs23_25akozwg88b5z2543>6 -1/0 2//@0F0 -3>xs22_69a4oxoka6zy01213
xs25_wg8k871zamhhzx69a4>9 -1/-1 2//@2b5 -2>xs22_69a4oxoka6zy01213
xs20_0ggm952z56o8zx23>9 -2/-8 4 13 -1//@0f4 18>xs22_69a4oxoka6zy01213
xs23_25akozwg88b5z2543>9 -1/-4 3//@1L-2 -1>xs22_69a4oxoka6zy01213
xs25_wg8k871zamhhzx69a4>8 0/-4 3//@0F4 -5>xs22_69a4oxoka6zy01213
xs23_25akozwg88b5z2543>6 -3 9 1/-8 4//@0r-5 0>xs22_69a4oxoka6zy01213
xs31_69q4oxoka6zga701213z11>8 0///6 -2@0f-4 7>xs22_69a4oxoka6zy01213
xs23_25akozwg88b5z2543>9 -1//8 -1/@0L-3 0>xs22_69a4oxoka6zy01213
xs23_25akozwg88b5z2543>8 -1//6 0/@4f-1 -1>xs22_69a4oxoka6zy01213
xs28_wg8kc3213zamhhzx69a4>8 0///7 -6 8 3@2r10 -2>xs22_69a4oxoka6zy01213
xs25_wg8k871zamhhzx69a4>9 -2//6 -2/@0F7 -4>xs22_69a4oxoka6zy01213
xs23_32akozwg88b5z2543>12 -1//-9 5 10 -2/@0R-3 0>xs22_69a4oxoka6zy01213
xs23_25akozwg88b5z2543>8 -1///1 -2@8R-1 1>xs22_69a4oxoka6zy01213
xs21_25a4oxoka6zy01213>9 -2/4 1//@0B-5 4>xs22_69a4oxoka6zy01213
xs21_4akoxo4a96zy03121>17 -1/5 0/11 0/@0b-1 -2>xs22_69a4oxoka6zy01213
xs23_25akozwg88b5z2543>9 0//2 1/@4f0 -1>xs22_69a4oxoka6zy01213
xs23_25akozwg88b5z2543>6 -3 9 1/-8 4//@0F0 -5>xs22_69a4oxoka6zy01213
xs25_wg8k453zamhhzx69a4>9 -1/1 2//@5l7 0>xs22_69a4oxoka6zy01213
xs24_35akozwg88b5z2543>8 -1//6 0/@0f-2 -3>xs22_69a4oxoka6zy01213
xs26_0ggm952sgz56o8gzx123>9 -2/4 1//@1R10 3>xs22_69a4oxoka6zy01213
xs31_069q4oxoka6z6a8701213>1 0///@1L-3 8>xs22_69a4oxoka6zy01213
xs21_4akoxo4a96zy03121>19 -3///0 1 1 -4@0R-5 -9>xs22_69a4oxoka6zy01213
xs19_8koxo4a96zx3121>21 -3//-29 10 27 -5/@0f-2 -6>xs22_69a4oxoka6zy01213
xs23_25akozwg88b5z2543>8 0///2 -2@0R-2 -4>xs22_69a4oxoka6zy01213
xs28_25a8cia4z0adhhzx1256>-4 4 9 -4///@3r0 0>xs22_69a4oxoka6zy01213
xs21_4akoxo4a96zy03121>17 -6/-6 2 13 1//@0r-5 1>xs22_69a4oxoka6zy01213
xs21_1784oxoka6zy01213>8 -1//6 0/@0f-2 -3>xs22_69a4oxoka6zy01213
xs20_03123ckz8kid11>21 -3/8 -3/14 -1/@0b-2 -4>xs22_69a4oxoka6zy01213
xs26_xo4k871zkq221zw35ac>8 -3/4 1//@0l12 2>xs22_69a4oxoka6zy01213
xs21_4akoxo4a96zy03121>19 -3//-3 -1 14 -2/@0f-2 -3>xs22_69a4oxoka6zy01213
xs26_wg8ka53zamhhzx69a4>9 -2/-1 2//@5F7 -1>xs22_69a4oxoka6zy01213
xs19_25a88gzg8kc32z11>20 -1/-11 8 10 -3//@0b-3 -6>xs22_69a4oxoka6zy01213
xs21_69mggz0g8o65z321>1 5 37 -14 63 -8 66 -18/-29 2 13 14//@0r-7 -3>xs22_69a4oxoka6zy01213
xs21_4akoxo4a96zy03121>9 -2//8 -3/@0L-2 -4>xs22_69a4oxoka6zy01213
xs21_4akoxo4a96zy03121>19 -3//-3 -1 14 -2/@0R-4 -1>xs22_69a4oxoka6zy01213
xs28_6akoxo4a960uizy03121>9 -1//6 0/@3B14 -2>xs22_69a4oxoka6zy01213
xs21_4akoxo4a96zy03121>19 -2/3 -1/15 -1/@0L-4 2>xs22_69a4oxoka6zy01213
xs21_4akoxo4a96zy03121>11 -1/8 1/2 2/@0L-1 -4>xs22_69a4oxoka6zy01213
xs23_25akozwg88b5z2543>6 -1/0 2//@0F1 -3>xs22_69a4oxoka6zy01213
xs20_6ioxo4a96zx3121>9 -2/-8 4 13 -1//@0b0 -6>xs22_69a4oxoka6zy01213
xs24_35akozwg88b5z2543>28 -2/-7 7 15 0/23 0/@0L-4 2>xs22_69a4oxoka6zy01213
xs19_25a88gzg8kc32z11>1 0///@1L-3 1>xs22_69a4oxoka6zy01213
xs23_25akozwg88b5z2543>9 -1//7 -1/@0b0 -3>xs22_69a4oxoka6zy01213
xs21_4akoxo4a96zy03121>14 0/-10 7 3 0//@0L-1 -3>xs22_69a4oxoka6zy01213
xs19_25a88gzg8kc32z11>21 -6/1 -1 2 4//@2r-2 -3>xs22_69a4oxoka6zy01213
xs20_35a88gzg8kc32z11>1 0///@1L-3 2>xs22_69a4oxoka6zy01213
xs29_6996zy04akoxo4a96zy43121>1 0///@1f0 6>xs22_69a4oxoka6zy01213
xs31_69q4oxoka6zga701213z11>1 0///@1F-2 7>xs22_69a4oxoka6zy01213
xs21_4akoxo4a96zy03121>15 -4/-10 7 10 -3//@0L-8 1>xs22_69a4oxoka6zy01213
xs26_xo4k871zkq221zw35ac>9 -2/4 1//@1l10 1>xs22_69a4oxoka6zy01213
xs26_xo4k871zkq221zw35ac>9 -1/-1 2//@0l11 5>xs22_69a4oxoka6zy01213
xs23_259mggzx8o65z6511>9 -1/-2 3//@2L-2 11>xs22_69a4oxoka6zy01213
xs23_25akozwg88b5z2543>12 0//6 -2/8 0@0R-4 0>xs22_69a4oxoka6zy01213
xs23_25akozwg88b5z2543>12 -1///8 -4@0f-1 -1>xs22_69a4oxoka6zy01213
xs24_35akozwg88b5z2543>29 -13/-25 3 23 1//@1L-9 -5>xs22_69a4oxoka6zy01213
xs21_4akoxo4a96zy03121>16 -2/1 4//6 -1@0F-2 -3>xs22_69a4oxoka6zy01213
xs21_25a4oxoka6zy01213>8 -1//7 0/@0l-3 2>xs22_69a4oxoka6zy01213
xs24_35akozwg88b5z2543>9 -1//7 -1/@5b-1 -1>xs22_69a4oxoka6zy01213
xs19_8koxo4a96zx3121>45 -3/-14 8/-1 5 40 -2/@0B-7 6>xs22_69a4oxoka6zy01213
xs23_69a4oxoka6zy01253>6 -1/0 2//@0B6 10>xs22_69a4oxoka6zy01213
xs20_6ioxo4a96zx3121>9 0//2 1/@0f-2 -2>xs22_69a4oxoka6zy01213
xs25_wg8ge13zamhhzx69a4>5 -4/-9 5 10 -5//@0R19 -2>xs22_69a4oxoka6zy01213
xs21_4akoxo4a96zy03121>16 -3/12 1//9 -1@0F-2 -3>xs22_69a4oxoka6zy01213
xs24_35akozwg88b5z2543>11 -3/-9 4 13 0//@0b-1 -5>xs22_69a4oxoka6zy01213
xs23_25akozwg88b5z2543>16 -2/-2 4//9 0@0b2 -5>xs22_69a4oxoka6zy01213
xs21_4akoxo4a96zy03121>13 0/2 2/-1 4/@0b-4 -4>xs22_69a4oxoka6zy01213
xs25_wg8ka23zamhhzx69a4>1 0///@1B9 3>xs22_69a4oxoka6zy01213
xs23_25akozwg88b5z2543>26 -1/-6 6/26 -1/@0b-3 -4>xs22_69a4oxoka6zy01213
xs21_4akoxo4a96zy03121>9 -2/5 1//@0r-3 -2>xs22_69a4oxoka6zy01213
xs23_25akozwg88b5z2543>26 -1/-6 6/26 -1/@0L-4 -3>xs22_69a4oxoka6zy01213
xs22_35a4oxoka6zy01213>9 -1///4 -2@0F-5 -1>xs22_69a4oxoka6zy01213
xs24_35akozwg88b5z2543>11 -3/-9 4 13 0//@0L-5 -1>xs22_69a4oxoka6zy01213
xs21_4akoxo4a96zy03121>20 0/8 -3/20 -1/@0r-4 6>xs22_69a4oxoka6zy01213
xs23_259mggzwg8o65z643>9 -1/-2 3//@2f1 14>xs22_69a4oxoka6zy01213
xs25_33w8k8gxg8kiczy2116243>1 0///@0f-3 2>xs22_69a4oxoka6zy01213
xs21_4akoxo4a96zy03121>8 -1//7 0/@0f0 -2>xs22_69a4oxoka6zy01213
xs27_0ggm952z56o8gzx125a8o>9 -2//7 -1/@5L9 14>xs22_69a4oxoka6zy01213
xs24_35akozwg88b5z2543>9 0//2 1/@6b-1 0>xs22_69a4oxoka6zy01213
xs25_wg8ka23zamhhzx69a4>9 -2//6 -2/@0l11 0>xs22_69a4oxoka6zy01213
xs23_25akozwg88b5z2543>12 0//6 -2/8 0@0f0 -4>xs22_69a4oxoka6zy01213
xs20_0ggm952z56o8zx23>9 0//2 1/@0b6 14>xs22_69a4oxoka6zy01213
xs25_wg8k871zamhhzx69a4>9 -3/6 0//@2b5 -4>xs22_69a4oxoka6zy01213
xs21_4akoxo4a96zy03121>12 0//-6 3 13 0/@0L-3 -3>xs22_69a4oxoka6zy01213
xs23_25akozwg88b5z2543>-7 5 10 -4///@2F0 0>xs22_69a4oxoka6zy01213
xs21_4akoxo4a96zy03121>19 -2/3 -1/15 -1/@0b1 -3>xs22_69a4oxoka6zy01213
xs21_4akoxo4a96zy03121>9 -2/4 1//@0L-2 -4>xs22_69a4oxoka6zy01213
xs25_wg8ka23zamhhzx69a4>8 -2//8 -2/@0l11 -2>xs22_69a4oxoka6zy01213
xs23_32akozwg88b5z2543>9 -3/2 2//@3r-2 0>xs22_69a4oxoka6zy01213
xs24_35akozwg88b5z2543>29 -13/-25 3 23 1//@1b-5 -9>xs22_69a4oxoka6zy01213
xs21_1784oxoka6zy01213>16 0//-2 0 12 0/@0b-5 0>xs22_69a4oxoka6zy01213
xs23_32akozwg88b5z2543>9 -1/-2 3//@4L-1 0>xs22_69a4oxoka6zy01213
xs19_25a88gzg8kc32z11>9 -3/2 2//@0F-3 -3>xs22_69a4oxoka6zy01213
xs19_8koxo4a96zx3121>15 -1/-4 4//7 0@0r-5 0>xs22_69a4oxoka6zy01213
xs23_25akozwg88b5z2543>6 -1/0 2//@0L-3 0>xs22_69a4oxoka6zy01213
xs23_25akozwg88b5z2543>9 -1//7 -1/@0L-3 0>xs22_69a4oxoka6zy01213
xs21_4akoxo4a96zy03121>9 -2/5 1//@0F-3 -2>xs22_69a4oxoka6zy01213
xs24_35akozwg88b5z2543>8 0/-4 3//@0b-3 -4>xs22_69a4oxoka6zy01213
xs21_4aligz0g8o65z321>1 0///@1F3 -3>xs22_69a4oxoka6zy01213
xs20_25b88gzg8kc32z11>8 0/-4 3//@0L-4 0>xs22_69a4oxoka6zy01213
xs20_35a88gzg8kc32z11>9 -1//6 0/@0f-1 -3>xs22_69a4oxoka6zy01213
xs23_69a4oxoka6zy01253>13 0//6 -2/12 -2@0b6 12>xs22_69a4oxoka6zy01213
xs27_3lkm952z56o8gzx123>21 -4/-2 6 4 -2//@0L-10 3>xs22_69a4oxoka6zy01213
xs25_wg8k871zamhhzx69a4>1 0///@1F4 -2>xs22_69a4oxoka6zy01213
xs27_g88ge123ck8gz121y3104aa4>8 0/-8 3//@11R12 8>xs22_69a4oxoka6zy01213
xs19_25a88gzg8kc32z11>9 -2/5 1//@0L-4 2>xs22_69a4oxoka6zy01213
xs21_4akoxo4a96zy03121>8 -1//7 0/@0R-3 1>xs22_69a4oxoka6zy01213
xs20_35a88gzg8kc32z11>9 -1///4 -2@0f0 -4>xs22_69a4oxoka6zy01213
xs27_0ggm952z56o8gzx1218kk8>8 0/-8 3//@11R6 14>xs22_69a4oxoka6zy01213
xs21_69mggz0g8o65z321>79 -8//-15 2 75 -10/-1 8 12 12 39 -11@0R-2 -5>xs22_69a4oxoka6zy01213
xs25_0ggm952z56o8gzx121zy333>12 0///6 -3@-5B12 12>xs22_69a4oxoka6zy01213
xs21_4akoxo4a96zy03121>9 -5/-13 5 12 -4//@0b-3 -6>xs22_69a4oxoka6zy01213
xs20_25b88gzg8kc32z11>9 -3//6 -2/@1f-1 -4>xs22_69a4oxoka6zy01213
xs23_178kozwg88b5z2543>9 -3/2 2//@3F0 -2>xs22_69a4oxoka6zy01213
xs19_25a88gzg8kc32z11>9 -2/5 1//@0b-3 -4>xs22_69a4oxoka6zy01213
xs19_25a88gzg8kc32z11>9 -3//6 -2/@1L-4 -1>xs22_69a4oxoka6zy01213
xs20_25b88gzg8kc32z11>9 -1///4 -2@0R-3 -1>xs22_69a4oxoka6zy01213
xs23_25akozwg88b5z2543>9 -1//8 -1/@0b0 -3>xs22_69a4oxoka6zy01213
xs19_8koxo4a96zx3121>15 -1/-4 4//7 0@0F-2 -3>xs22_69a4oxoka6zy01213
xs21_4akoxo4a96zy03121>21 0//20 0/15 -4@0R-1 -2>xs22_69a4oxoka6zy01213
xs23_69iczxhhdaz06521>26 -3/-3 2 23 -6/4 4 23 -4/@0l5 -6>xs22_69a4oxoka6zy01213
xs21_4akoxo4a96zy03121>17 0/2 3/12 0/@0L-2 -2>xs22_69a4oxoka6zy01213
xs24_35akozwg88b5z2543>8 -1/-2 3//@0L-3 0>xs22_69a4oxoka6zy01213
xs19_8koxo4a96zx3121>21 -3//-29 10 27 -5/@0R-8 0>xs22_69a4oxoka6zy01213
xs25_wg8k8w33zamhhzx69a4>1 0///@0B12 2>xs22_69a4oxoka6zy01213
xs21_4akoxo4a96zy03121>20 -3/-4 0 7 3//@0b-6 -6>xs22_69a4oxoka6zy01213
xs21_25a4oxoka6zy01213>9 -2/5 1//@0L-3 5>xs22_69a4oxoka6zy01213
xs29_g88ge123ck8gz121y31xciic>1 0///@1L11 9>xs22_69a4oxoka6zy01213
xs28_0259mggzxg8o65zkc321z11>8 0///7 -6 8 3@2F-2 16>xs22_69a4oxoka6zy01213
xs25_wg8ka23zamhhzx69a4>9 -3/6 0//@2R11 2>xs22_69a4oxoka6zy01213
xs32_ggca53z254k8gzx1210ca4zy4cic>41 -7/-4 11 17 -8/22 -2/@0R7 13>xs22_69a4oxoka6zy01213
xs23_ya33zxg8gzkq221zw35ac>14 -1///6 -5@3B16 -1>xs22_69a4oxoka6zy01213
xs21_39mggz0g8o65z321>57 -12/20 -12 24 -19 38 4 106 -25/-12 11 34 19 44 12/@0b-13 -6>xs22_69a4oxoka6zy01213
xs24_35akozwg88b5z2543>9 -5/-13 5 10 0//@1L-6 0>xs22_69a4oxoka6zy01213
xs21_25a4oxoka6zy01213>9 -2/5 1//@0f-3 5>xs22_69a4oxoka6zy01213
xs25_wg8k871zamhhzx69a4>8 -2//8 -2/@0F9 -4>xs22_69a4oxoka6zy01213
xs25_wg8ka23zamhhzx69a4>9 -1/-1 2//@2R9 2>xs22_69a4oxoka6zy01213
xs23_178kozwg88b5z2543>19 0/1 2/14 1/@0L-2 -2>xs22_69a4oxoka6zy01213
xs31_069q4oxoka6z6a8701213>8 0/-4 3//@0r-4 10>xs22_69a4oxoka6zy01213
xs18_8k453z116ako>28 -3//26 -5/14 -6@0B9 -5>xs22_69a4oxoka6zy01213
xs23_25akozwg88b5z2543>9 -3/6 0//@1F1 -3>xs22_69a4oxoka6zy01213
xs21_39mggz0g8o65z321>100 -7/25 -12/17 -2 77 -3 95 -10/-11 7 71 -9@0R-6 -5>xs22_69a4oxoka6zy01213
xs25_wg8k871zamhhzx69a4>1 0///@1r4 -2>xs22_69a4oxoka6zy01213
xs21_4aligz0g8o65z321>9 -3/4 1//@0F5 -6>xs22_69a4oxoka6zy01213
xs23_25akozwg88b5z2543>-7 5 10 -4///@2r0 0>xs22_69a4oxoka6zy01213
xs26_0ggm952sgz56o8gzx123>9 -1/-1 2//@0R11 -1>xs22_69a4oxoka6zy01213
xs21_4akoxo4a96zy03121>12 0//-6 3 13 0/@0b-4 -2>xs22_69a4oxoka6zy01213
xs24_35akozwg88b5z2543>8 -1/-2 3//@0b0 -3>xs22_69a4oxoka6zy01213
xs21_4akoxo4a96zy03121>10 -4/-7 5 8 -2//@0b0 -6>xs22_69a4oxoka6zy01213
xs24_35akozwg88b5z2543>8 0/-4 3//@0L-4 -3>xs22_69a4oxoka6zy01213
xs20_0ggm952z56o8zx23>13 0/4 1//7 0@0B7 14>xs22_69a4oxoka6zy01213
xs23_25akozwg88b5z2543>9 0//2 1/@4R-1 0>xs22_69a4oxoka6zy01213
xs22_0259mggzxg8o65z321>30 -4//-6 6 30 -12/-1 5@0b2 16>xs22_69a4oxoka6zy01213
xs23_69a4oxoka6zy01253>9 -1//7 -1/@0f7 10>xs22_69a4oxoka6zy01213
xs28_25a8cia4z0adhhzx1256>9 -3/8 -1//@4F0 0>xs22_69a4oxoka6zy01213
xs21_39mggz0g8o65z321>105 -7/51 -19/26 -3 86 -4 104 -11/-35 15 -6 8 76 -8@0R-7 -5>xs22_69a4oxoka6zy01213
xs24_35akozwg88b5z2543>28 -2/-7 7 15 0/23 0/@0b2 -4>xs22_69a4oxoka6zy01213
xs21_4akoxo4a96zy03121>10 -4/-7 5 8 -2//@0L-7 1>xs22_69a4oxoka6zy01213
xs23_69a4oxoka6zy01253>9 -1//8 -1/@0f7 10>xs22_69a4oxoka6zy01213
xs26_wg8ka53zamhhzx69a4>9 -2/-1 2//@5R8 1>xs22_69a4oxoka6zy01213
xs21_4akoxo4a96zy03121>14 0/-10 7 3 0//@0b-4 0>xs22_69a4oxoka6zy01213
xs21_4akoxo4a96zy03121>17 -1/5 0/11 0/@0L-3 0>xs22_69a4oxoka6zy01213
xs27_0ggm952z56o8gzx1252sg>9 -2//7 -1/@5b8 15>xs22_69a4oxoka6zy01213
xs21_4akoxo4a96zy03121>19 -3///0 1 1 -4@0f-10 -4>xs22_69a4oxoka6zy01213
xs21_4aligz0g8o65z321>1 0///@1b2 -3>xs22_69a4oxoka6zy01213
xs20_0ggm952z56o8zw23>21 -3/8 -3/14 -1/@0R7 14>xs22_69a4oxoka6zy01213
xs25_wg8k453zamhhzx69a4>5 -4/-9 5 10 -5//@0b9 -12>xs22_69a4oxoka6zy01213
xs21_4akoxo4a96zy03121>20 -3/-4 0 7 3//@0L-7 -5>xs22_69a4oxoka6zy01213
xs21_69mggz0g8o65z321>39 -6/4 4 19 -5/35 -8/20 -14@0L-3 0>xs22_69a4oxoka6zy01213
xs23_25akozwg88b5z2543>8 -1///1 -2@8f1 -1>xs22_69a4oxoka6zy01213
xs25_wg8ka23zamhhzx69a4>9 -2/4 1//@0l10 2>xs22_69a4oxoka6zy01213
xs23_178kozwg88b5z2543>12 -1//-9 5 10 -2/@0f0 -3>xs22_69a4oxoka6zy01213
xs25_0ggm952z56o8gzx121xoo>12 0///6 -3@-5l6 18>xs22_69a4oxoka6zy01213
xs21_4akoxo4a96zy03121>11 -1/8 1/2 2/@0b-5 0>xs22_69a4oxoka6zy01213
xs23_25akozwg88b5z2543>8 0///2 -2@0f-4 -2>xs22_69a4oxoka6zy01213
xs21_25a4oxoka6zy01213>9 -2/4 1//@0r-1 8>xs22_69a4oxoka6zy01213
xs19_25a88gzg8kc32z11>8 -3/4 1//@2L-4 -1>xs22_69a4oxoka6zy01213
xs21_4akoxo4a96zy03121>17 -6/-6 2 13 1//@0F0 -4>xs22_69a4oxoka6zy01213
xs21_4akoxo4a96zy03121>9 -2/4 1//@0b-5 -1>xs22_69a4oxoka6zy01213
xs23_178kozwg88b5z2543>8 -2//8 -2/@4f0 -2>xs22_69a4oxoka6zy01213
xs21_4akoxo4a96zy03121>17 0/2 3/12 0/@0b-3 -1>xs22_69a4oxoka6zy01213
xs24_35akozwg88b5z2543>9 0//2 1/@6L0 -1>xs22_69a4oxoka6zy01213
xs24_35akozwg88b5z2543>8 -1//6 0/@0R-3 -2>xs22_69a4oxoka6zy01213
xs23_25akozwg88b5z2543>16 -1/0 1/14 0/@2L0 -3>xs22_69a4oxoka6zy01213
xs24_35akozwg88b5z2543>9 -1//7 -1/@5L-1 -1>xs22_69a4oxoka6zy01213
xs21_4akoxo4a96zy03121>16 -3/12 1//9 -1@0r-4 -1>xs22_69a4oxoka6zy01213
xs28_ggca53z254k8gzx1qa9o>9 -1//6 0/@3l1 14>xs22_69a4oxoka6zy01213
xs21_4akoxo4a96zy03121>13 0/2 2/-1 4/@0L-5 -3>xs22_69a4oxoka6zy01213
xs36_wjjzgbq1xc4oz01y2122qkzy3ca53>43 -3//-24 8 21 0 23 -7 39 -7/18 5 27 -4@5R0 6>xs22_69a4oxoka6zy01213
xs23_32akozwg88b5z2543>19 0/1 2/14 1/@0b-2 -2>xs22_69a4oxoka6zy01213
xs23_25akozwg88b5z2543>9 -3/6 0//@1r-3 1>xs22_69a4oxoka6zy01213
xs20_6ioxo4a96zx3121>13 0/4 1//7 0@0F-3 -2>xs22_69a4oxoka6zy01213
xs21_4akoxo4a96zy03121>9 -5/-13 5 12 -4//@0L-7 -2>xs22_69a4oxoka6zy01213
xs25_wg8ka23zamhhzx69a4>8 0/-4 3//@0l12 3>xs22_69a4oxoka6zy01213
xs24_35akozwg88b5z2543>9 -1/-1 2//@0b-1 -4>xs22_69a4oxoka6zy01213
xs23_25akozwg88b5z2543>8 -1//6 0/@4R-1 -1>xs22_69a4oxoka6zy01213
xs25_wg8ka23zamhhzx69a4>1 0///@1l9 3>xs22_69a4oxoka6zy01213
xs19_g8kc321eg8oz11>12 -3/8 0//9 -3@0l13 9>xs22_69a4oxoka6zy01213
xs26_0ggm952sgz56o8gzx123>8 -3/4 1//@0R12 2>xs22_69a4oxoka6zy01213
xs24_35akozwg88b5z2543>9 -1/-1 2//@0L-4 -1>xs22_69a4oxoka6zy01213
xs23_25akozwg88b5z2543>9 -1/-4 3//@1b-1 -2>xs22_69a4oxoka6zy01213
xs23_25akozwg88b5z2543>12 -1///8 -4@0R-1 -1>xs22_69a4oxoka6zy01213
xs19_25a88gzg8kc32z11>1 0///@1r-3 2>xs22_69a4oxoka6zy01213
xs21_25a4oxoka6zy01213>9 -2/5 1//@0L-2 6>xs22_69a4oxoka6zy01213
xs24_35akozwg88b5z2543>9 -5/-13 5 10 0//@1b0 -6>xs22_69a4oxoka6zy01213
xs21_4akoxo4a96zy03121>9 -2//8 -3/@0b-5 -1>xs22_69a4oxoka6zy01213

After running compile-dedupe.py, I found a new RLE in https://catagolue.hatsya.com/readsynth:

Code: Select all

x = 0, y = 0, rule = B3/S23
1574bo$1573bo$498bobo36bo71bo963b3o189bo$499b2o35bo71bo1006bo45bo101bo
bo$499bo36b3o31bo4bo26bo5b3o848bo156bo42bobo9bobo90b2o$571bo4b2o22b2o
729bo113bo11bobo15bo138b3o43b2o9b2o95bo$460bo108b3o3b2o24b2o561bo167bo
110bobo12b2o3bo11bobo141bo52bo50bo44bobo13bo$458b2o195bobo507bo3bo160b
3o111b2o16bo12b2o141bo49bo46bo6bo45b2o14bobo$459b2o64bobo127b2o506b3o
4bo14bo149bobo124b3o153b3o45bobo44bobo6b3o59b2o$525b2o129bo511b3o13bo
150b2o277bo52b2o45b2o3bo45bo$70bo455bo647bo9b3o149bo178bo96bobo105bo
45b2o12bo$68bobo16bo1084bobo338bobo97b2o55bo47b3o44b2o13bobo$69b2o14b
2o370bo191bobo521b2o339b2o3bo150bobo107b2o$86b2o369bobo7bo182b2o4bo
520bo341bobo148b2o84bobo$452bo4b2o6b2o37bo145bo3b2o521bobo57bo52bo51bo
48bo3bo3bo56bo3bo3bo54b2o236b2o$453b2o11b2o36bobo148b2o193bo326b2o50b
2o2b2obobo43b2o2b2obobo35b2o5b2o2b2obobo46bobobobobobo54bobobobobobo
291bo17bo7bo$452b2o50b2o99bo3bo241b2o8bo44bo322b2o2b2ob2o44b2o2b2ob2o
35bobo5b2o2b2ob2o48b2obobob2o56b2obobob2o47bo3bo53bo140b2o5b2o47b2o5bo
bo6bobo$81bo3bobo515b2o4bobo238b2o7bobo45bo420bo66bo64bo50bobobobo51bo
bob2o40bo2bob2o44bo2bo2bo38bo3bo3bo40bobo4bo3bo3bo7b2o$37bo44bo2b2o
517b2o3b2o249b2o3bo39b3o8bo201bo3bo323b3o23b3o37b2ob2o53b2ob2o40b4ob2o
44b7o39b7o42b2o5b7o17bo$29bo5b2o43b3o3bo15bo761bo52bo201bobo326bo23bo
288bo28b2o$28bo7b2o62b2o762b3o48b3o199b3ob3o50b2ob2o52b2ob2o48b2ob2o
47b2ob2o52b2ob2o49bo10b2ob2o10bo38b2ob2o53b2ob2o42b2ob2o46b2ob2o41b2ob
2o51b2ob2o16b2o$28b3o70b2o281bo370bobo309bo106b2ob2o52b2ob2o48b2ob2o
47b2ob2o52b2ob2o60b2ob2o49b2ob2o53b2ob2o42b2ob2o46b2ob2o41b2ob2o51b2ob
2o12bo$144b2o59b2o72b2o60b2o42b2o12b2o57b2o58b2o82b3o51b2o51b2o39b2o3b
2o6b2o34bo15b2o53b2o61b2o48b2o46b2o35b2o9b2o34bo9b2o44bo9b2o45bo9b2o
41bo9b2o40bo9b2o45bo9b2o43bo9bo9b2o8bo33bo9b2o46bo9b2o35bo9b2o39bo9b2o
34bo9b2o44bo9b2o7bo$145bo60bo73bo61bo41b2o14bo58bo59bo68bob2o10bo47bob
2o3bo50bobo40b2o3bo5bobo35bo13bobo52bobo60bobo47bobo45bobo34b2o9bobo
33bobo7bobo43bobo7bobo44bobo7bobo40bobo7bobo39bobo7bobo44bobo7bobo43b
2o7bobo7bobo7b2o32bobo7bobo45bobo7bobo34bobo7bobo38bobo7bobo33bobo7bob
o43bobo7bobo7b3o$143bo60bo73bo61bo57bo58bo44bo15bo69b2obo11bo46b2obo3b
ob2o33bo13bobob2o36bo11bobob2o30b3o13bobob2o49bobob2o57bobob2o44bobob
2o42bobob2o42bobob2o31bo8bobob2o41bo8bobob2o42bo8bobob2o38bo8bobob2o
37bo8bobob2o42bo8bobob2o39bobo8bo8bobob2o4bobo32bo8bobob2o43bo8bobob2o
32bo8bobob2o36bo8bobob2o31bo8bobob2o41bo8bobob2o$143b2o59b2o72b2o60b2o
56b2o57b2o41bobo15b2o72b2o48b3o9b2obob2o34bo11b2obob2o47b2obob2o45b2ob
ob2o48b2obob2o50b2o4b2obob2o37b2o4b2obob2o35b2o4b2obob2o35b2o4b2obob2o
32b3o4b2obob2o30b3o9b3o4b2obob2o43b3o4b2obob2o39b3o4b2obob2o38b3o4b2ob
ob2o43b3o4b2obob2o51b3o4b2obob2o40b3o4b2obob2o44b3o4b2obob2o33b3o4b2ob
ob2o37b3o4b2obob2o32b3o4b2obob2o42b3o4b2obob2o$15b2o66b2o60bo60bo73bo
61bo57bo58bo41b2o2b2o13bo73bo49bo11bo36b3o13bo53bo31bo15bo3bo45b2o3bo
3bo55bo2bo3bo42bo2bo3bo40bo2bo3bo40bo2bo3bo38bo2bo3bo36bo11bo2bo3bo49b
o2bo3bo45bo2bo3bo44bo2bo3bo49bo2bo3bo57bo2bo3bo46bo2bo3bo34b3o13bo2bo
3bo39bo2bo3bo43bo2bo3bo38bo2bo3bo48bo2bo3bo13bo$9b2o3bobo60b2o3bobo51b
2o3b4o52b2o3b4o65b2o3b4o53b2o3b4o49b2o3b4o55b4o47b2o8b4o70b4o49bo8b4o
49b4o46bo3b4o33bo10b2obob3o46bobobob3o46bo9bobob3o43bobob3o41bobob3o
35b3o3bobob3o39bobob3o36bo12bobob3o50bobob3o46bobob3o45bobob3o50bobob
3o58bobob3o47bobob3o37bo13bobob3o40bobob3o44bobob3o39bobob3o37bobo9bob
ob3o14bobo$9bobobobo61bobobobo52bobobobo54bobobobo67bobobobo55bobobobo
51bobobobo53b2obobo48bo6b2obobo68b2obobo56b2obobo47b2obobo47bobobobo
33b3o11bobobo50bobobo46bobo8b2obobo44b2obobo42b2obobo39bo2b2obobo40b2o
bobo50b2obobo51b2obobo47b2obobo46b2obobo51b2obobo59b2obobo48b2obobo38b
o13b2obobo41b2obobo45b2obobo40b2obobo40b2o8b2obobo16b2o$11bobo65bobo
56bobo58bobo71bobo59bobo55bobo55b2obo57b2obo70b2obo58b2obo49b2obo48bo
2bobo47bobobo50bobobo49b2o9bobo49bo40bo6bo40bo6bo45bo55bo56bo52bo51bo
56bo64bo53bo57bo46bo50bo45bo42bo12bo$10b2obobo62b2obobo53b2obobo48bo6b
2obobo68b2obobo56b2obobo52b2obobo56bobo58bobo71bobo59bobo43bo6bobo47b
2o2bobo45b2o2bobo48b2o2bobo58bobobo44b2obobo39bo2b2obobo42b2obobo40b2o
bobo50b2obobo51b2obobo47b2obobo46b2obobo51b2obobo59b2obobo48b2obobo52b
2obobo41b2obobo45b2obobo40b2obobo44bo5b2obobo$14bobo65b4o55b4o47b2o8b
4o70b4o49bo8b4o54b4o54bob3o56bob3o69bob3o57bob3o35b2o3b2o6bob3o49bob3o
36b3o8bob3o50bob3o55b2obob3o41bobobob3o35b3o3bobob3o41bobob3o39bobob3o
49bobob3o37bo12bobob3o46bobob3o45bobob3o50bobob3o58bobob3o47bobob3o51b
obob3o40bobob3o44bobob3o39bobob3o42b2o5bobob3o$15b2o69bo58bo41b2o2b2o
13bo73bo49bo11bo41b2o14bo54bo3bo56bo3bo69bo3bo57bo3bo33bobo3bobo6bo3bo
49bo3bo37bo9bo3bo50bo3bo44b2o12bo3bo41bo3bo3bo40bo2bo3bo40bo2bo3bo38bo
2bo3bo48bo2bo3bo37bo11bo2bo3bo45bo2bo3bo44bo2bo3bo49bo2bo3bo57bo2bo3bo
46bo2bo3bo50bo2bo3bo39bo2bo3bo43bo2bo3bo38bo2bo3bo40bobo5bo2bo3bo$84b
2o57b2o41bobo15b2o72b2o48b3o9b2obob2o32b2o4b2o11b2obob2o52b2obob2o54b
2obob2o67b2obob2o55b2obob2o31bo14b2obob2o47b2obob2o32bo12b2obob2o48b2o
bob2o41b2o13b2obob2o43b2obob2o35b2o4b2obob2o34b3o4b2obob2o32b3o4b2obob
2o42b3o4b2obob2o31b3o9b3o4b2obob2o39b3o4b2obob2o38b3o4b2obob2o43b3o4b
2obob2o51b3o4b2obob2o40b3o4b2obob2o44b3o4b2obob2o33b3o4b2obob2o37b3o4b
2obob2o32b3o4b2obob2o42b3o4b2obob2o$84bo58bo44bo15bo69b2obo11bo46b2obo
3bob2o31bobo3bo14bobob2o53bobob2o55bobob2o68bobob2o56bobob2o47bobob2o
48bobob2o46bobob2o49bobob2o40bo16bobob2o44bobob2o42bobob2o33bo8bobob2o
31bo8bobob2o41bo8bobob2o42bo8bobob2o38bo8bobob2o37bo8bobob2o31bobo8bo
8bobob2o4bobo43bo8bobob2o39bo8bobob2o43bo8bobob2o32bo8bobob2o36bo8bobo
b2o31bo8bobob2o41bo8bobob2o$86bo58bo59bo68bob2o10bo47bob2o3bo36bo18bob
o56bobo58bobo71bobo59bobo50bobo51bobo49bobo52bobo60bobo39b2o6bobo34b2o
9bobo35bobo7bobo33bobo7bobo43bobo7bobo44bobo7bobo40bobo7bobo39bobo7bob
o35b2o7bobo7bobo7b2o43bobo7bobo41bobo7bobo45bobo7bobo34bobo7bobo38bobo
7bobo33bobo7bobo43bobo7bobo7b3o$85b2o57b2o58b2o82b3o51b2o51b2o3b2o57b
2o59b2o72b2o60b2o51b2o52b2o50b2o47b3o3b2o61b2o35bo3bobo6b2o35b2o9b2o
36bo9b2o34bo9b2o44bo9b2o45bo9b2o41bo9b2o40bo9b2o35bo9bo9b2o8bo44bo9b2o
42bo9b2o46bo9b2o35bo9b2o39bo9b2o34bo9b2o44bo9b2o7bo$33b2o61b3o295b2o
468bo103bobo3bo44bo154b2ob2o52b2ob2o48b2ob2o47b2ob2o52b2ob2o60b2ob2o
49b2ob2o53b2ob2o42b2ob2o46b2ob2o41b2ob2o51b2ob2o12bo$32b2o62bo7b2o290b
o463b2o3bo103b2o146b3ob3o50b2ob2o52b2ob2o48b2ob2o47b2ob2o41bo10b2ob2o
10bo49b2ob2o49b2ob2o53b2ob2o42b2ob2o46b2ob2o41b2ob2o51b2ob2o$12b3o3bo
15bo62bo5b2o745b2o7bobo257bobo261bo23bo353bo$14bo2b2o86bo184b2o3b2o
554b2o8bo63b2o191bo3bo258b3o23b3o48b2ob2o49b2ob2o48bo4b2ob2o40b4ob2o
44b7o39b7o42b2o5b7o$13bo3bobo269b2o4bobo552bo73b2o5b2o343bo61bo56bo61b
obobobo47bobobobo48bo2bobob2o40bo2bob2o44bo2bo2bo38bo3bo3bo40bobo4bo3b
o3bo7b2o$138b2o50b2o99bo3bo630bo4bobo340bobo5b2o2b2ob2o43b2obobob2o48b
2obobob2o58bo3bo49bo3bo47b3o3bo140b2o5b2o47b2o5bobo6bobo$139b2o11b2o
36bobo148b2o588bo302b2o39b2o5b2o2b2obobo41bobobobobobo46bobobobobobo
356bo17bo7bo$138bo4b2o6b2o37bo145bo3b2o579b2o311bobo53bo43bo3bo3bo48bo
3bo3bo119b2o236b2o$18b2o123bobo7bo182b2o4bo579b2o310bo284bobo148b2o84b
obo$b2o14b2o124bo191bobo583bo308b2o282b2o3bo43b3o104bobo107b2o$obo16bo
1209bobo281bobo47bo49b2o55bo47b3o44b2o13bobo$2bo209bo1018bo9b3o40bo
230bo48bo47bobo105bo45b2o12bo$211b2o129bo569b3o310b3o13bo41b2o329bo52b
2o45b2o3bo45bo$145b2o64bobo127b2o571bo305b3o4bo14bo40bobo111b3o218b3o
45bobo44bobo6b3o59b2o$144b2o195bobo569bo308bo3bo51b3o98b2o16bo12b2o
206bo49bo46bo6bo45b2o14bobo$146bo108b3o3b2o24b2o932bo58bo97bobo12b2o3b
o11bobo206bo52bo50bo44bobo13bo$257bo4b2o22b2o991bo100bo11bobo15bo203b
3o43b2o9b2o95bo$185bo36b3o31bo4bo26bo5b3o1097bo221bo42bobo9bobo90b2o$
185b2o35bo71bo1320bo45bo101bobo$184bobo36bo71bo1469bo!

[muzik]

More oscillator syntheses I've created don't seem to be showing up again. I created syntheses for two crystallisation and decay oscillator variants, namely the following p750

Code: Select all

x = 987, y = 86, rule = B3/S23
195bo$196bo$194b3o116bo$312bo$312b3o$738bo$198bo537bobo$196bobo538b2o
187bo$197b2o111bo7b2o101b2o132b2o171b2o11bo177b2o4bo$310bobo5bobo100bo
bo131bobo170bobo10bobo175bobo3b3o$310b2o7b2o90b2o9b2o121b2o9b2o147bo
12b2o9b2o10b2o166b2o9b2o9b2o$196b2o212bobo131bobo159bo10bobo183bobo2bo
bo20b2o$197b2o211b2o132b2o158b3o10b2o178b2o5b2o2b2o$196bo114b2o584b2o
5bo$310b2o$312bo388b3o$703bo$702bo3$715bo$716bo183bo$714b3o184bo5b2o$
95bo803b3o5b2o$96bo$94b3o614b3o$99bobo611bo$99b2o118b2o117b2o101b2o
132b2o135bo35b2o189b2o$100bo118bobo116bobo100bobo131bobo170bobo188bobo
$221bo118bo102bo133bo172bo190bo$221b2o78bo38b2o101b2o132b2o171b2o189b
2o$302b2o$301b2o$408b2o132b2o171b2o189b2o$3bo403bobo131bobo170bobo188b
obo$4b2o107bo121bo66b2o50bo52b2o48bo83b2o48bo122b2o48bo140b2o48bo$3b2o
106b3o119b3o65bobo48b3o100b3o131b3o170b3o188b3o$110bo121bo70bo47bo102b
o133bo172bo190bo$110b2o120b2o117b2o101b2o132b2o171b2o189b2o$b2o$obo$2b
o296b3o$301bo$300bo$409b2o132b2o171b2o189b2o$409bobo131bobo170bobo188b
obo$410b2o132b2o171b2o189b2o$304bo3b3o$304b2o2bo$303bobo3bo4b2o$314bob
o$314bo3$903bo$903b2o$902bobo4b2o$717b2o190b2o$716bobo$718bo$721b2o$
721bobo$721bo$620bo$621bo$619b3o$624b2o159bo2b2o4b2o2bo180b8o$624bobo
157bo3b3o2b3o3bo179bob4obo$618bo5bo160bo2b2o4b2o2bo180b8o$617b2o$617bo
bo$969bo$604b3o361b3o$605bo171b3o187bobobo$605bo170bo3bo186bobobo$604b
3o168bo5bo186b3o$468b2o499bo$469b2o133b3o167bo7bo$468bo4bo130b3o167bo
7bo$473bobo493bo$473b2o129b3o168bo5bo186b3o$605bo170bo3bo186bobobo$
605bo171b3o187bobobo$470b3o131b3o361b3o$472bo496bo$471bo!

and this p6600

Code: Select all

x = 1739, y = 125, rule = B3/S23
189bo$190bo$188b3o205bo$395bo$395b3o2$192bo$190bobo$191b2o200bo7b2o
244b2o266b2o$393bobo5bobo243bobo265bobo$393b2o7b2o233b2o9b2o255b2o9b2o
$190b2o444bobo265bobo$191b2o443b2o266b2o$190bo203b2o$393b2o$395bo906bo
$1300bobo$1301b2o345bo$1292b2o11bo335b2o4bo$1292bobo10bobo333bobo3b3o$
1269bo12b2o9b2o10b2o324b2o9b2o9b2o$1270bo10bobo341bobo2bobo20b2o$1268b
3o10b2o336b2o5b2o2b2o$91bo1527b2o5bo$92bo$90b3o1172b3o$95bobo1169bo$
95b2o116b2o206b2o244b2o266b2o329bo$96bo116bobo205bobo243bobo265bobo$
215bo207bo245bo267bo$215b2o167bo38b2o244b2o266b2o340bo$385b2o893bo341b
o$384b2o892b3o342bo5b2o$634b2o266b2o717b3o5b2o$633bobo265bobo$385b2o
246b2o266b2o372b3o$384bobo890bo$386bo889bo35b2o347b2o$1312bobo346bobo$
1314bo348bo$1314b2o347b2o$382b3o$384bo$383bo895b2o347b2o$635b2o266b2o
373bobo346bobo$635bobo265bobo372b2o347b2o$6bo629b2o266b2o$5bo381bo3b3o
$5b3o379b2o2bo$obo383bobo3bo4b2o$b2o93b2o118b2o179bobo24b2o244b2o266b
2o$bo93bobo117bobo179bo25bobo243bobo265bobo$95bo119bo207bo245bo267bo$
94b2o118b2o206b2o244b2o266b2o$1280b2o347b2o$1280bobo346bobo$1281b2o
347b2o4$1315b2o347b2o$1314bobo346bobo$1314bo348bo$1313b2o347b2o$1625bo
$1625b2o$1624bobo4b2o$1281b2o348b2o$1280bobo$1282bo$1285b2o$1285bobo$
1285bo21$1010bo$1011bo$1009b3o$1014b2o$1014bobo$1008bo5bo$1007b2o$
1007bobo2$994b3o$995bo$995bo$994b3o$724b2o653bo2b2o4b2o2bo338b8o$725b
2o267b3o381bo3b3o2b3o3bo337bob4obo$724bo4bo264b3o382bo2b2o4b2o2bo338b
8o$729bobo$729b2o263b3o$995bo725bo$995bo724b3o$726b3o265b3o374b3o345bo
bobo$728bo641bo3bo344bobobo$727bo641bo5bo344b3o$1721bo$1368bo7bo$1368b
o7bo$1721bo$1369bo5bo344b3o$1370bo3bo344bobobo$1371b3o345bobobo$1720b
3o$1721bo!

Neither period is showing in the period list and going directly to the xp750 and xp6600 URLs doesn't show anything for them either.